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Squeezed-state generation via nonlinear atom-atom interaction in the atomic field of a Bose-Einstein condensate interacting with an optical cavity

机译:通过非线性原子 - 原子相互作用产生压缩态   玻色 - 爱因斯坦凝聚体的原子场与光学腔相互作用

摘要

In this paper, we investigate theoretically a system consisting of a onedimensional Bose-Einstein condensate trapped inside the optical lattice of anoptical cavity. In the weak-interaction regime and under the Bogoliubovapproximation, the wave function of the Bose-Einstein condensate can bedescribed by a classical field (condensate mode) having some quantumfluctuations (the Bogoliubov mode) about the mean value. Such a system behavesas a so-called atomic parametric amplifier, similar to an optical parametricamplifier, where the condensate and the Bogoliubov modes play respectively, theroles of the pump field and the signal mode in the degenerate parametricamplifier and the s-wave scattering frequency of atom-atom interaction playsthe role of the nonlinear gain parameter. We show that using the nonlineareffect of atomic collisions, how one can manipulate and control the state ofthe Bogoliubov mode and produce squeezed states.
机译:在本文中,我们从理论上研究了一个由一维Bose-Einstein凝聚物组成的系统,该凝聚物被困在光学腔的光学晶格内。在弱相互作用状态下,在Bogoliubov逼近下,玻色-爱因斯坦凝聚物的波函数可以通过一个经典场(凝聚态)来描述,该场对平均值有一些量子涨落(Bogoliubov态)。这种系统的行为就像一个所谓的原子参量放大器,类似于光学参量放大器,其中冷凝物和Bogoliubov模分别发挥作用,在简并参量放大器中泵浦场的响应和信号模以及原子的s波散射频率原子相互作用起着非线性增益参数的作用。我们证明,利用原子碰撞的非线性效应,人们如何能够操纵和控制Bogoliubov模态并产生压缩态。

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